Sat GuptaPidugu TrisandhyaFrank P. A. Coolen
This study explores the estimation of the mean of a sensitive variable using calibration estimators under measurement error. Three randomized response techniques are evaluated: Partial Randomized Response Technique, Compulsory Randomized Response Technique, and Optional Randomized Response Technique. Theoretical properties of the proposed estimators are analyzed, and a simulation study using real COVID-19 infection data is conducted. Results indicate that the Optional Randomized Response Technique outperforms Partial Randomized Response Technique and Compulsory Randomized Response Technique in terms of efficiency, underscoring its effectiveness and practical utility for improving data quality in sensitive survey settings.
Neha SinghGajendra K. VishwakarmaNeelesh KumarHousila P. Singh
Lori A. DaltonEdward R. Dougherty
Kumari PriyankaAjay KumarPidugu Trisandhya
Muhammad Mubashir KhanNadia IdreesRabia MunirHafiz Shabir Ahmad
M. RuedaS. MartínezAntonio ArcosJuan Francisco Muñoz Rosas